Invention Grant
- Patent Title: Quantum-safe cryptographic method and system
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Application No.: US17964709Application Date: 2022-10-12
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Publication No.: US12192318B2Publication Date: 2025-01-07
- Inventor: Randy Kuang , Maria Perepechaenko
- Applicant: Quantropi Inc.
- Applicant Address: CA Ottawa
- Assignee: Quantropi Inc.
- Current Assignee: Quantropi Inc.
- Current Assignee Address: CA Ottawa
- Agency: Wolf, Greenfield & Sacks, P.C.
- Main IPC: H04L9/00
- IPC: H04L9/00 ; H04L9/06 ; H04L9/08 ; H04L9/30

Abstract:
A cryptographic method and system. A plurality of ciphers is identified in a message received by a recipient, such message encrypting a digital asset. A private key associated with the recipient is obtained. The private key corresponds to a public key associated with the recipient. The method includes solving for x in the equation: [(f0(R0−1N′0 mod S)+P′+fλ(Rn−1N′n mod S))/(h0(R0−1N′0 mod S)+Q′+hλ(Rn−1N′n mod S))]*h(x)−f(x)=0 mod p, where (i) P′, Q′, N′0, and N′n correspond to the ciphers in the received message; (ii) R0, Rn and S are data elements of the private key; (iii) f(·) is a polynomial function defined by coefficients f0, f1, . . . fλ that are also data elements of the private key; and (iv) h(·) is a polynomial function defined by coefficients h0, h1, . . . hλ that are also data elements of the private key. The value of x is assigned to the digital asset, which is then stored in non-transitory memory or packaged in a message sent over the data network.
Public/Granted literature
- US20230052431A1 QUANTUM-SAFE CRYPTOGRAPHIC METHOD AND SYSTEM Public/Granted day:2023-02-16
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